Resistenza, 10k Ohms, 0.125W - RC0805FR-0710KL
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)
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)
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)
| Qnéuantità (Set da 10) | Iva esclusa | IVA incl. |
|---|---|---|
| 1 - 4 | 0.0859€ | 0.1048€ |
| 5 - 9 | 0.0816€ | 0.0996€ |
| 10 - 24 | 0.0773€ | 0.0943€ |
| 25 - 49 | 0.0756€ | 0.0922€ |
| 50 - 99 | 0.0731€ | 0.0892€ |
| 100 - 149 | 0.0625€ | 0.0763€ |
| 150 - 9891 | 0.0595€ | 0.0726€ |
| Qnéuantità (Set da 10) | U.P | |
|---|---|---|
| 1 - 4 | 0.0859€ | 0.1048€ |
| 5 - 9 | 0.0816€ | 0.0996€ |
| 10 - 24 | 0.0773€ | 0.0943€ |
| 25 - 49 | 0.0756€ | 0.0922€ |
| 50 - 99 | 0.0731€ | 0.0892€ |
| 100 - 149 | 0.0625€ | 0.0763€ |
| 150 - 9891 | 0.0595€ | 0.0726€ |
Resistenza, 10k Ohms, 0.125W - RC0805FR-0710KL. Resistenza, 10k Ohms, 0.125W. Resistenza: 10k Ohms. Potenza: 0.125W. Tensione di rottura: 300V. RoHS: sì. Alloggiamento: SMD 0805. Lunghezza esterna [mm]: 2mm. Spessore esterno [mm]: 1.25mm. Altezza esterna [mm]: 0.5mm. Passo: SMD 0805. Campo di temperatura di funzionamento min (°C): -55°C. Range di temperatura di funzionamento max (°C): +155°C. Tipo di resistore: Pellicola sottile. Stabilità della temperatura: 100ppm/°C. Tensione operativa: 150V. Dimensioni: 2x1.25mm. Assemblaggio/installazione: componente a montaggio superficiale (SMD). Serie: RC0805FR. Tolleranza: 1%. Temperatura di funzionamento: -55...+155°C. Prodotto originale del produttore Yageo. Quantità in stock aggiornata il 07/06/2025, 23:25.
Prodotti equivalenti :
RC0805JR-07-10KL
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CFR0318JT-V1002
CCAP10NF50VSMD
Z0109MN
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